How to find the square root of 3364 by the prime factorization method

Question

Ruby · Answer

Answer:     Question:-    How to find the square root of 3364 by the prime factorization method?    Solution:-    We write (3364) = 2×2×29×29                             = 2×29 = 58      Hence the square root of 3364 is  58.      Step-by-step explanation:     Hope it helps!

Kaylee · Answer

Step-by-step explanation:   Complete step by step answer:  Hence, the square root of √2401=49. Hence, the square root of √3364=58. Hence the square root of √4762=69. Note: Square root of a number can be produced either by the long division method or by the prime factorization method.

Camila

Write the name of any three famous mathematicians
and write few lines on them.

1) if a.B.y be the roots of the equation x-px’ + ex-r=0 form
the equation whose roots are Brya and aß

2 thoughts on “How to find the square root of 3364 by the prime factorization method<br />”

Question:-